| 1. | Three values of nonparallel boundary stress components can be derived from considerations of equilibrium of the plate .
非平行的边界的应力分量的三个值可以从板的平衡考虑来导得。 |
| 2. | Studies of nonparallel stability of boundary layer
边界层流动的非平行稳定性研究 |
| 3. | The slots can be parallel or nonparallel
凹槽平行或不平行。 |
| 4. | A nonparallel shift in the yield curve involving the height of the curve
是指收益曲线隆起或弯曲的变化程度。 |
| 5. | A serial execution plan , used by a nonparallel query , uses only one thread for its execution
非并行查询使用的串行执行计划仅使用一个线程来实现执行。 |
| 6. | The effect of non - parallelism of stability is studied by comparing the results of parallel and nonparallel flow
通过平行流与非平行流的结果比较,研究非平行性对流动稳定性的作用。 |
| 7. | Furthermore , with the fourier series technique , the disturbance is discomposed into predominant mode and high frequency harmonics , and the nonlinear stability of the nonparallel boundary layer is studied
采用fourier级数的方法把扰动波分解为基本模态和高频谐波模态,导出非平行非线性抛物化稳定性方程。 |
| 8. | The nonparallel linear stability of the two - dimensional and three - dimensional disturbance waves are studied by the parabolized stability equation which is developed in recent years and the local method based on the landau expansion
采用近年来新发展的抛物化稳定性方程和利用landau展开式的局部法方程,分别研究二维和三维线性非平行流稳定性问题。 |
| 9. | The linear and nonlinear stability of different disturbances in parallel and nonparallel boundary layer are researched . the development of growth rate of small disturbances and the effect of non - parallelism and pressure gradient on the stability of boundary layer are studied especially
研究了不同情况下的扰动演化过程,特别是扰动增长因子的变化,这是稳定性研究的关键问题,还着重研究了非平行性和压力梯度对边界层稳定性的作用。 |
| 10. | Furthermore , we employ iteration and predictor - corrector - approach to solve the nonlinear equations in order to implement the marching procedure . we investigate detailedly the process of the c - type instability for nonparallel boundary layers with three - dimensional disturbances . by investigating the nonparallel boundary layers of three - dimensional body , we
文中通过对三维物体的非平行边界层稳定性的研究,确定最不稳定波的扰动参数和最易失稳的流向、展向位置;对三维扰动的非平行非线性边界层稳定性的研究,得到更精确的扰动放大因子值。 |
